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Problem Solving Environments

Problem Solving Environments

Romanowski Karol, Psiuk Marek

This paper explores Problem Solving Environments (PSEs) and their components, highlighting their use in computational science and engineering. It details how these environments provide a user-friendly framework for solving complex problems, including those in Finite Element Analysis (FEA), by managing underlying computational tasks like mesh generation and linear solvers.

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A Method for Modyfying the Forming Tool Geometry in Order to Compensate for Springback Effects

A Method for Modyfying the Forming Tool Geometry in Order to Compensate for Springback Effects

Anders Jernberg

This paper introduces a heuristic method for compensating for springback in metal forming by modifying the forming tool's geometry. It demonstrates an iterative process using LS-DYNA to simulate forming and springback, applying finite element analysis to iteratively adjust the tool's shape and achieve the desired final product geometry.

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Variable Force Energy Dissipater and Decelerator

Variable Force Energy Dissipater and Decelerator

September 12, 2050// Malcolm H. Ray and Chuck A. Plaxico

This patent describes a variable force energy dissipater and decelerator that uses finite element analysis to predict and refine its performance under impact conditions. The simulations demonstrate how the device controls deceleration by tailoring energy absorption to reduce peak forces and improve safety.

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Computational Analysis of Impact of a Bullet Against the Multilayer Fabrics in LS-DYNA

Computational Analysis of Impact of a Bullet Against the Multilayer Fabrics in LS-DYNA

Rimantas Barauskasa, and Ausra Abraitiene

This paper details the development and validation of a finite element model in LS-DYNA for simulating the ballistic impact of a bullet on multi-layer fabrics, highlighting the role of finite element analysis in simplifying complex physical interactions.

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Research and Simulation of Ballistics Processes of Small Arms Ammunition Bullets

Research and Simulation of Ballistics Processes of Small Arms Ammunition Bullets

Andrius Vilkauskas

This dissertation summary details the application of computational fluid dynamics to study the complex processes of small arms ballistics. The work involves creating and validating computational models to simulate interior, exterior, and terminal ballistics, a field that heavily relies on understanding the dynamics of fluids and high-velocity impacts. This approach provides an alternative to extensive experimental testing for engineering applications like ammunition and armor design.

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